Mr. Eisenberg. Does the probability reflect the 1.2 or the 1.24 figure?
Mr. Simmons. It reflects the total error, which is 1.24.
Mr. Eisenberg. And the same on the first series of calculations you gave us?
Mr. Simmons. Yes.
Mr. Eisenberg. Would you go on to the third?
Mr. Simmons. Using the 1.4 mil aiming error, and the round-to-round dispersion, giving a total error of 1.43 mils, the probability of hit at the 175 foot target is 0.99; at 240 feet it is 0.91; at 270 feet it is 0.85.
Mr. Eisenberg. Could you give us the figures for the smaller target?
Mr. Simmons. Using the 0.7 mil aiming error, the probability of a hit at 175 feet is 0.96; at 240 feet, 0.81; at 270 feet, 0.73.
For the 1.2 mil aiming error, the probability is 0.69 at 175 feet; 0.74 at 240 feet; 0.39 at 270 feet.
Using the——